Open Access
January, 1975 Locally Most Powerful Rank Tests for Independence with Censored Data
Shingo Shirahata
Ann. Statist. 3(1): 241-245 (January, 1975). DOI: 10.1214/aos/1176343014
Abstract

In this paper locally most powerful rank tests for independence with censored data for a one-parameter family are derived. The statistic derived has discrete score functions and its asymptotic normality follows from a theorem essentially given by Ruymgaart [6].

Shirahata: Locally Most Powerful Rank Tests for Independence with Censored Data
Copyright © 1975 Institute of Mathematical Statistics
Shingo Shirahata "Locally Most Powerful Rank Tests for Independence with Censored Data," The Annals of Statistics 3(1), 241-245, (January, 1975). https://doi.org/10.1214/aos/1176343014
Published: January, 1975
Vol.3 • No. 1 • January, 1975
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